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    CAT 2026 Formula Sheet PDF: Complete Quant Formulas, Shortcuts & Last-Minute Revision Guide

    CAT 2026 Formula Sheet PDF: Complete Quant Formulas, Shortcuts & Last-Minute Revision Guide

    Hitesh SahuUpdated on 24 Jun 2026, 01:07 PM IST

    When the CAT exam is just a few weeks away, most aspirants are not learning new concepts - they are revising what they have already studied. However, revising dozens of Quant topics can quickly become overwhelming without a structured resource. A comprehensive CAT Formula Sheet 2026 helps candidates consolidate important formulas, shortcuts, and key concepts in one place, making last-minute revision faster and more effective. With CAT 2026 expected to be conducted by the Indian Institute of Management Indore on 29 November 2026 (tentative), now is the ideal time to start building your revision strategy. In this article, you will find a complete CAT Formula Sheet 2026 PDF, including topic-wise Quant formulas, shortcut techniques, and quick revision notes for Arithmetic, Algebra, Geometry, Number System, Modern Math, and other important CAT topics.

    This Story also Contains

    1. CAT 2026 Quantitative Aptitude Formula Sheet PDF Download
    2. CAT 2026 Formula Sheet: Why You Need It?
    3. CAT 2026 Quantitative Aptitude Syllabus Overview
    4. CAT 2026 Important Formulas of Geometry
    5. CAT 2026 Important Formulas of Trigonometry
    6. Quantitative Aptitude Formulae for CAT 2026
    7. CAT 2026 Algebra Formula Sheet
    8. CAT 2026 Quantitative Aptitude Cheat Sheet PDF
    9. Key Benefits of Using a CAT 2026 Quant Formula Sheet
    10. Last-Minute CAT Quant Revision Strategy Using Formula Sheets
    11. How to Use CAT Formula Sheet 2026 PDF?
    12. How to Memorise CAT 2026 Formulas Effectively
    13. How to Create Your CAT 2026 Formula Sheet?
    14. Best Books for CAT 2026 Quantitative Aptitude Preparation
    15. CAT 2026 Recommended eBooks and Study Materials
    CAT 2026 Formula Sheet PDF: Complete Quant Formulas, Shortcuts & Last-Minute Revision Guide
    CAT 2026 Formula Sheet

    To boost your preparation and analyse your strong and weak topics, attempt Now: CAT 2026 Free Mock Test

    CAT 2026 Quantitative Aptitude Formula Sheet PDF Download

    Download the CAT 2026 formula PDF designed for fast revision and last-minute preparation. This free formula sheet covers all the important formulae that will be helpful to solve questions quickly in the CAT exam.

    Download Now: CAT 2026 Important Formulas

    CAT 2026 Formula Sheet: Why You Need It?

    A CAT 2026 Formula Sheet acts as a quick revision companion that brings all important Quant formulas together in one place. It helps candidates revise faster, improve formula recall, and solve questions more accurately during CAT preparation.

    BenefitHow It Helps
    Saves Revision TimeQuick access to important formulas without referring to multiple books
    Improves Concept ClarityHelps connect formulas with underlying concepts
    Reduces Calculation ErrorsMinimizes confusion between similar formulas
    Enhances Mock PerformanceImproves formula recall during practice tests
    Builds Exam ConfidenceStrengthens last-minute revision and retention

    Confused between CGPA and Percentage?

    Get your results instantly with our calculator!

    💡 Conversion Formula used is: Percentage = CGPA × 9.5

    CAT 2026 Quantitative Aptitude Syllabus Overview

    The CAT Quantitative Aptitude section primarily covers five major areas: Arithmetic, Algebra, Geometry & Mensuration, Number System, and Modern Mathematics. Understanding these topics can help candidates organize their preparation and revise formulas more effectively.

    1782286171184

    Arithmetic Topics

    TopicSubtopics
    ArithmeticPercentages, Profit & Loss, SI & CI, Ratio & Proportion, Average, Time & Work, Time-Speed-Distance, Mixtures & Alligation
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    Algebra Topics

    TopicSubtopics
    AlgebraLinear Equations, Quadratic Equations, Polynomials, Functions, Logarithms, Inequalities, AP, GP, HP
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    Geometry and Mensuration Topics

    TopicSubtopics
    Geometry & MensurationTriangles, Circles, Quadrilaterals, Polygons, Coordinate Geometry, Area, Perimeter, Surface Area, Volume
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    Number System Topics

    TopicSubtopics
    Number SystemDivisibility Rules, Factors, Multiples, Prime Numbers, HCF & LCM, Remainders, Cyclicity, Unit Digits, Factorials

    Modern Mathematics Topics

    TopicSubtopics
    Modern MathematicsPermutation & Combination, Probability, Set Theory, Venn Diagrams, Binomial Theorem, Mathematical Reasoning

    These topics form the core of the CAT Quant syllabus and are the source of most formula-based questions asked in the exam.

    CAT 2026 Important Formulas of Geometry

    Mastering important geometry formulas is crucial for cracking the CAT exam, as geometry is a key topic in the Quantitative Aptitude section. The following section covers all essential CAT geometry formulas, including areas, polygons, angles, and properties of triangles and circles to help you solve problems quickly and accurately.

    Topic

    Formula

    Area of Triangle

    12×Base×Height

    Heron's Formula

    A=s(s−a)(s−b)(s−c);;s=a+b+c

    Pythagoras Theorem

    a2+b2=c2 (for right-angled triangle)

    Equilateral Triangle Area

    3a2

    Circumference of Circle

    2πr

    Area of Circle

    πr2

    Length of Arc

    θ360∘×2πr

    Area of Sector

    θ360∘×πr2

    Area of Rectangle

    L×B

    Perimeter of Rectangle

    2(L+B)

    Area of Square

    a2

    Perimeter of Square

    4a

    Area of Parallelogram

    Base×Height

    Area of Rhombus

    12d1d2

    Sum of Interior Angles

    (n−2)×180∘

    Each Interior Angle (Regular Polygon)

    (n−2)×180∘n

    Each Exterior Angle (Regular Polygon)

    360∘n

    Surface Area of Sphere

    4πr2

    Volume of Sphere

    43πr3

    Surface Area of Cylinder

    2πr(h+r)

    Volume of Cylinder

    πr2h

    Surface Area of Cone

    πr(r+l)

    Volume of Cone

    13πr2h

    CAT 2026 Important Formulas of Trigonometry

    Trigonometry plays a vital role in the CAT Quantitative Aptitude section, making it essential to learn and memorise key formulas. This comprehensive list of important CAT trigonometry formulas helps aspirants solve complex problems with speed, accuracy, and confidence during the exam.

    1. Basic Trigonometric Ratios

    These are defined in relation to a right-angled triangle:

    sin⁡θ=Opposite sideHypotenuse

    cos⁡θ=Adjacent sideHypotenuse

    tan⁡θ=Opposite sideAdjacent side

    csc⁡θ=HypotenuseOpposite side

    sec⁡θ=HypotenuseAdjacent side

    cot⁡θ=Adjacent sideOpposite side

    2. Pythagorean Identities

    sin2⁡θ+cos2⁡θ=1

    1+tan2⁡θ=sec2⁡θ

    1+cot2⁡θ=csc2⁡θ

    3. Trigonometric Functions of Negative Angles

    sin⁡(−θ)=−sin⁡θ

    cos⁡(−θ)=cos⁡θ

    tan⁡(−θ)=−tan⁡θ

    csc⁡(−θ)=−csc⁡θ

    sec⁡(−θ)=sec⁡θ

    cot⁡(−θ)=−cot⁡θ

    4. Angle Sum and Difference Formulas

    sin⁡(A+B)=sin⁡Acos⁡B+cos⁡Asin⁡B

    sin⁡(A−B)=sin⁡Acos⁡B−cos⁡Asin⁡B

    cos⁡(A+B)=cos⁡Acos⁡B−sin⁡Asin⁡B

    cos⁡(A−B)=cos⁡Acos⁡B+sin⁡Asin⁡B

    tan⁡(A+B)=tan⁡A+tan⁡B1−tan⁡Atan⁡B

    tan⁡(A−B)=tan⁡A−tan⁡B1+tan⁡Atan⁡B

    Quantitative Aptitude Formulae for CAT 2026

    Quantitative Aptitude formulas form the foundation of the Quantitative Aptitude section in the CAT 2026 exam. Here are some important CAT 2026 quant section-wise formulae for CAT 2026 preparation:

    Arithmetic

    The Arithmetic section is the most important section in the Quantitative Aptitude Section, which is also useful for solving the Data Interpretation problems. Following are some 50+ Important Formulas for CAT Preparation of this section, which are given in this CAT Formula Sheet:

    Percentage

    Following are some Important CAT Formulas of percentage:

    X is what percentage of Y=XY×100

    X is what percentage more/less than Y=|X−Y|Y×100

    Shortcut Formulas

    Following are some formulas which can be used as CAT Quant Formulae:

    Concept

    Formula

    Successive percentage change

    Overall

    Changes in A when B and C are altered

    Overall

    Price increase followed by a decrease

    Overall

    Profit & Loss:

    Following are some Important CAT Formulas of this topic:

    Concept

    Formula

    Selling Price and Profit

    S.P.=C.P.+Profit

    Selling Price and Loss

    S.P.=C.P.−Loss

    Profit or Loss Percentage

    Profit or Loss Percentage

    Discount Percentage

    Discount Percentage

    Selling Price with Profit or Loss

    S.P.=C.P.×100+Profit×100100

    Selling Price with Profit or Loss

    S.P.=C.P.×100−Loss×100100

    Simple Interest (S.I.) & Compound Interest (C.I.):

    The following are some basic and Important Formulas for CAT 2026 related to Simple Interest and Compound Interest:

    Concept

    Formula

    Simple Interest

    For Principal (P), Rate of Interest (R), Time (T):

    S.I.=P×R×T/100

    Compound Interest (annually)

    A=P(1+R100)n

    where n = time in years.

    Compound Interest (half-yearly)

    A=P(1+R2×100)2T

    Total Amount

    A=P+Interest

    Shortcut Formulas

    Following are some formulas which can be used as CAT Quant Formula Cheat Sheet for the preparation and exam point of view:

    Concept

    Formula

    Doubling Time with Compound Interest

    Time to double = 72R years

    (where R = annual interest rate)

    Difference Between C.I. and S.I. (2 years)

    C.I.−S.I.=P(R100)2

    Difference Between C.I. and S.I. (3 years)

    C.I.−S.I.=P(R100)2(3+R100)

    Time, Speed & Distance:

    The following are some basic and Important Formulas for CAT 2026 related to Time, speed, and Distance:

    Concept

    Formula

    Distance

    D=S×T

    Average Speed

    Average Speed=Total DistanceTotal Time

    Trains:

    Concept

    Formula

    Time for a train to cross a pole/person

    T=ls

    Where: l= Length of the train, s= Speed of the train

    Time for a train to cross a platform/tunnel

    T=l+ds

    Where: l= Length of the train, d= Length of platform/tunnel, s= Speed of the train

    Time for trains to cross each other (same direction)

    T=l1+l2s1−s2

    Where: l1,l2= Lengths of Train 1 and Train 2; s1,s2= Speeds of Train 1 and Train 2

    Time for trains to cross each other (opposite direction)

    T=l1+l2s1+s2

    Where: l1,l2= Lengths of Train 1 and Train 2; s1,s2= Speeds of Train 1 and Train 2

    Boat & Streams:

    Concept

    Formula

    Speed of Boat in Still Water

    x kmph

    Speed of Stream/Water/Current

    y kmph

    Travelling Time

    t hr

    Distance (Downstream: same direction)

    D=(x+y)×t km

    Distance (Upstream: opposite direction)

    D=(x−y)×t km

    Clocks

    Concept

    Formula

    Speed of Hour Hand

    0.5∘ per minute

    Round covered by Hour Hand

    1 round =360∘ in 12 hours or 720 minutes

    Speed of Minute Hand

    6∘ per minute

    Round covered by Minute Hand

    1 round =360∘ in 1 hour or 60 minutes

    Angle between Hour and Minute Hands

    θ=|112M−30H|

    Shortcut Formulas

    We have provided below the shortcut formulae related to average speeds, boat stream, circular tracks, meeting point, to make your calculations faster in the CAT 2026 exam.

    1. Average Speed Formulas

    Case 1: Equal distances, different speeds
    If the distance covered in each stage of a journey is the same, but speeds are different, the average speed is the harmonic mean:

    Average Speed=2s1s2s1+s2

    Example:
    Distance from A to B and B to C is the same. Speeds: s1 and s2. Then:

    Average Speed=2s1s2s1+s2

    Case 2: Equal time, different speeds
    If the time taken in each stage is the same but speeds differ, the average speed is the arithmetic mean:

    Average Speed=s1+s22

    2. Circular Track – Same Direction

    If two people start from the same point on a circular track of length D km with speeds a & b kmph in the same direction:

    1. Time for first meeting:

    tfirst=D|a−b|

    1. Time to meet again at the starting point:

    tstart=LCM(Da,Db)

    1. Number of distinct meeting points:

    Meeting points=|x−y|

    Where x:y is the simplified ratio of speeds.
    Example: If a=12 kmph, b=9 kmph → x:y=12:9=4:3 → x=4, y=3.

    3. Circular Track – Opposite Direction

    If two people start from the same point in opposite directions:

    1. Time for first meeting:

    tfirst=Da+b

    1. Time to meet again at the starting point:

    tstart=LCM(Da,Db)

    1. Number of distinct meeting points:

    Meeting points=|x+y|

    Where x:y is the simplified ratio of speeds.

    4. Meeting Point Between Two Opposite Travellers

    If a person P starts from A towards B, and Q starts from B towards A, and they meet after time t:

    t=x⋅y

    Where:

    • x = time taken by P to reach B after meeting

    • y = time taken by Q to reach A after meeting

    5. Boats and Streams

    If the speed of the boat downstream is u kmph and upstream is v kmph:

    • Speed of boat in still water:

    Boat speed=u+v2 kmph

    • Rate of stream:

    Stream speed=u−v2 kmph

    While preparing for the arithmetic section, also check out this PDF, to practice topic-wise questions:

    The CAT Arithmetic Hackbook PDF: Zero Math Background


    Geometry

    The Geometry section is the lengthiest section in the Quantitative Aptitude Section which has lots of properties and formulas. Following are 50+ Important Formulas for CAT Preparation of this section which are given in this CAT Formula Sheet:

    1. Triangles:

    Properties of Triangles:

    The sum of all interior angles in a triangle is 180∘ and the sum of all exterior angles is 360∘.

    The sum of any two sides is always greater than the third one and the difference of any two sides is less than the third one.

    Let a,b,c be the sides of a triangle, then

    |b−c|<a<b+c

    In a scalene triangle the greatest side is always greater than one-third of the perimeter and less than half of the perimeter.

    Let a,b,c be the sides of the triangle and a be the greatest side. Let the perimeter be P. Then

    P3<a<P2

    Example: In a scalene triangle ABC, the perimeter is 24 cm and all sides are integers.

    Let a,b,c be sides of the triangle with a the greatest side. Then

    243<a<242

    8<a<12

    So possible values are 9,10,11 cm.

    For a,b,c sides of a triangle and a the greatest side:

    If a2<b2+c2, then the triangle is acute angled.

    If a2=b2+c2, then the triangle is right angled (Pythagoras theorem).

    If a2>b2+c2, then the triangle is obtuse angled.

    (Here D is the midpoint of side AC, so AD=DC)

    1782284246380

    Midpoint of a triangle

    • Length of the Median –
      BD = 122(AB2+BC2)−AC2

    • 3× (Sum of squares of sides) =4× (Sum of squares of medians), that is,
      3(a2+b2+c2)=4(Ma2+Mb2+Mc2)
      where a,b, and c are the sides of the triangle and Ma, Mb, and Mc are the medians.

    • In a right-angled triangle, Median of Hypotenuse = Half of Hypotenuse
      That is,
      CD = AB/2

    1782284228556

    Median of the hypotenuse

    If all the medians are drawn in the triangle, then the 6 small triangles are generated in the triangle, which are equal in the Area.

    Area of Triangle:

    Heron’s Formula

    If all sides of a triangle are given. Let a,b,c be the sides of the triangle –

    Area =s(s−a)(s−b)(s−c) where s=a+b+c2 is the semiperimeter.

    If two sides and the included angle are given –

    Area =12×(Product of given sides)×sin⁡(included angle)

    Area =12×a×b×sin⁡C

    (Example: sides a,b and included angle C are given)

    If a side and its respective altitude (perpendicular drawn from the opposite vertex) is given, then –

    Area of the triangle =12×Base×Height (Altitude)

    Shortcut Formulas

    Area of an equilateral triangle = 34a2

    Height (Altitude) of an equilateral triangle = 32a

    Area of a triangle = r×s (where r is the inradius and s is the semiperimeter)

    Area of a triangle = abc4R (where a, b, c are sides and R is the circumradius)

    Quadrilaterals:

    Trapezium

    1782285020960

    Area: 12×(Sum of Parallel Sides)×Height
    12×(AB+CD)×H

    Parallelogram

    1782285003140

    Opposite angles and sides are equal.
    Diagonals bisect each other.
    Sum of squares of diagonals: 2(a2+b2)
    Area: Base×Height=a×h
    Area (with angle): a⋅b⋅sin⁡θ

    Rhombus

    1782284198915



    All sides and opposite angles are equal.

    Diagonals bisect each other at 90∘.

    Sum of squares of diagonals: 4a2
    Area: 12d1d2
    Perimeter: 4a

    Where:
    a is the length of a side,
    d1 and d2 are the lengths of the diagonals.

    Rectangle

    Perimeter: 2(l+b) (where l= length, b= breadth)
    Area: l×b
    Length of diagonal: l2+b2

    Square

    Perimeter: 4a (where a= side of square)
    Area: a2
    Length of diagonal: a2

    Cyclic Quadrilateral


    1782284151020

    Sum of opposite angles=180∘

    Area=12×d1×d2×sin⁡θ(where θ is the angle between the diagonals)

    Area=(s−a)(s−b)(s−c)(s−d),where a,b,c,d are sides and s=a+b+c+d2 is the semi-perimeter.

    3. Circle:

    Circumference of a circle =2πr

    Area of a circle =πr2

    For a semi-circle:

    Circumference of a semi-circle =πr

    Perimeter of a semi-circle =πr+2r

    Area of a semi-circle =πr22

    Sector & Segment of a circle

    1782284982017

    OAXC is called the sector of the circle and AXC is called the segment.

    Length of arc AXC=θ360×2πr (where r is the radius)

    Area of sector OAXC=θ360×πr2

    2×Area of sector=Length of arc×Radius

    Area of segment AXC=Area of sector OAXC−Area of △OAC

    A=θ360πr2−12r2sin⁡θ

    Where:

    θ = angle subtended at the center (in degrees)

    r = radius of the circle

    Common Tangent

    PQ and RS are the direct common tangents of the circles, which are equal in length.

    Length of direct common tangent (L):

    L2=d2−(r1−r2)2

    Where:

    d= distance between centers of the circles

    r1,r2= radii of the circles

    1782284955500

    PQ and RS are the transverse common tangents of the circles, which are equal in length.

    Length of transverse common tangent (L):

    L2=d2−(r1+r2)2

    Where:

    L= length of the transverse common tangent

    d= distance between the centers of the two circles

    r1,r2= radii of the two circles

    1782285633112

    Mensuration:

    Cube

    {a- side of cube}

    Let a be the side of the cube:

    • Lateral Surface Area (L.S.A.): 4a2

    • Total Surface Area (T.S.A.): 6a2

    • Volume: a3

    Cuboid

    {l-length, b-breadth,

    h-height}

    Let l = length, b = breadth, h = height:

    • Lateral Surface Area (L.S.A.): 2(l+b)h

    • Total Surface Area (T.S.A.): 2(lb+bh+hl)

    • Volume: l×b×h

    Cylinder

    {r-radius of circular base,

    h-height}

    Let r = radius of base, h = height:

    • Curved Surface Area (C.S.A.): 2πrh

    • Total Surface Area (T.S.A.): 2πr(r+h)

    • Volume: πr2h

    Cone

    {r-radius of circular base,

    h-height, l- slant height}

    Curved Surface Area (C.S.A.): πrl

    Total Surface Area (T.S.A.): πr(r+l)

    Volume: 13πr2h

    Where:
    r = radius,
    h = height,
    l = slant height

    Sphere

    {r-radius}

    Total Surface Area: 4πr2

    Volume: 43πr3

    Where r is the radius.

    Hemi-sphere

    {r-radius}

    Let r be the radius:

    • Curved Surface Area (C.S.A.): 2πr2

    • Total Surface Area (T.S.A.): 3πr2

    • Volume: 23πr3

    CAT 2026 Algebra Formula Sheet

    Algebra is one of the most important topics in CAT Quantitative Aptitude and consistently contributes a significant number of questions every year. From quadratic equations and logarithms to progressions and surds, a strong command of Algebra formulas can help improve both speed and accuracy in CAT 2026. The key formulas are listed below for quick revision.

    Quadratic Equations

    FormulaExpression
    General Formax2+bx+c=0
    Roots Formulax=−b±b2−4ac2a
    Sum of Roots−ba
    Product of Rootsca
    DiscriminantD=b2−4ac
    Vertexx=−b2a
    Maximum/Minimum Valuey=−D4a

    Root Nature Based on Discriminant

    ConditionNature of Roots
    D>0Real and distinct
    D=0Real and equal
    D<0Imaginary and distinct
    Perfect Square DRational roots
    Non-Perfect Square DIrrational roots

    Arithmetic Progression (AP)

    FormulaExpression
    nth TermTn=a+(n−1)d
    Sum of n TermsSn=n2[2a+(n−1)d]
    Alternative Sum FormulaSn=n2(a+l)
    Number of Termsn=l−ad+1

    Geometric Progression (GP)

    FormulaExpression
    nth TermTn=arn−1
    Sum of n Terms (r>1)Sn=arn−1r−1
    Sum of n Terms ($r
    Infinite GP SumS∞=a1−r

    Harmonic Progression (HP)

    FormulaExpression
    Basic RelationIf a,b,c are in AP, then 1a,1b,1c are in HP
    nth TermReciprocal of the nth term of the corresponding AP

    Important Series Formulae

    SeriesSum
    First n Natural Numbersn(n+1)2
    Squares of First n Natural Numbersn(n+1)(2n+1)6
    Cubes of First n Natural Numbers(n(n+1)2)2
    First n Odd Numbersn2
    Squares of First n Even Numbers2n(n+1)(2n+1)3
    Squares of First n Odd Numbersn(2n+1)(2n−1)3

    Indices and Surds

    RuleFormula
    Product Ruleam⋅an=am+n
    Quotient Ruleaman=am−n
    Power Rule(am)n=amn
    Product Power(ab)n=anbn
    Quotient Power(ab)n=anbn
    Negative Exponenta−n=1an

    Logarithms

    PropertyFormula
    Definitionlogb⁡a=x⇔bx=a
    Log of 1logb⁡1=0
    Log of Baselogb⁡b=1
    Product Rulelogb⁡(mn)=logb⁡m+logb⁡n
    Quotient Rulelogb⁡(mn)=logb⁡m−logb⁡n
    Power Rulelogb⁡(mn)=nlogb⁡m
    Change of Baselogb⁡a=logk⁡alogk⁡b
    Base Switch Ruleloga⁡b=1logb⁡a

    While preparing for algebra, you can check out this PDF and strengthen your concepts and practice questions:

    CAT Algebra PDF Handbook 2026: Everything You Need


    Quick Revision Tips for CAT 2026 Algebra

    • Memorise the roots, sum of roots, and discriminant formulas for Quadratic Equations.

    • Revise AP, GP, and Series formulas regularly as they are frequently tested.

    • Practice Logarithm properties and index rules together since questions often combine both concepts.

    • Maintain a separate Algebra formula sheet for last-minute CAT 2026 revision.

    • Focus on formula application through CAT previous year questions and mock tests rather than rote memorisation.

    CAT 2026 Quantitative Aptitude Cheat Sheet PDF

    The CAT 2026 Quantitative Aptitude Cheat Sheet PDF is a compact, high-utility resource covering all essential formulas, theorems, and shortcuts from Arithmetic, Algebra, Geometry, Modern Math, and Number Systems. It’s designed for rapid revision and accuracy improvement during mock tests. Students can quickly recall percentage-to-ratio conversions, time–speed–distance relationships, and equation-solving tricks.

    Download Now: CAT 2026 Quantitative Aptitude Cheat Sheet PDF

    Key Benefits of Using a CAT 2026 Quant Formula Sheet

    A well-structured CAT Quant Formula Sheet simplifies revision and helps aspirants focus on high-frequency formulas and concepts. It is especially useful during the final months of CAT 2026 preparation.

    Simplifies Formula Revision

    • Consolidates formulas from Arithmetic, Algebra, Geometry, and Modern Math.

    • Makes topic-wise revision faster and more organized.

    • Helps retain important concepts for a longer period.

    Improves Calculation Speed

    • Speeds up formula application during problem-solving.

    • Reduces time spent recalling equations.

    • Improves overall attempt rate in CAT Quant.

    Boosts Accuracy

    • Prevents common formula-related mistakes.

    • Improves confidence in selecting the correct approach.

    • Enhances precision in calculations.

    Supports Last-Minute Revision

    • Ideal for quick revision before mocks and the final exam.

    • Covers all major Quant topics in a concise format.

    • Helps refresh important concepts within minutes.

    Helps Identify Weak Areas

    • Highlights topics that require additional practice.

    • Makes revision more focused and efficient.

    • Supports continuous improvement through self-analysis.

    Last-Minute CAT Quant Revision Strategy Using Formula Sheets

    As CAT 2026 approaches, revising formulas strategically becomes more important than learning new concepts. A well-organized CAT Formula Sheet can help candidates revise faster, strengthen recall, and improve accuracy in Quantitative Aptitude.

    30-Day Revision Plan

    The final 30 days should focus on completing one full round of formula revision across all Quant topics. Dedicate separate days to Arithmetic, Algebra, Geometry, Number System, and Modern Mathematics while solving topic-wise practice questions to reinforce concepts.

    Focus Areas:

    • Complete formula revision of all topics

    • Solve sectional tests regularly

    • Maintain a formula error notebook

    • Revise high-frequency CAT formulas

    15-Day Revision Plan

    With 15 days left, shift from learning concepts to applying formulas through mocks and previous year questions. Focus on weak areas and revise important formulas daily.

    Focus Areas:

    • Revise formula sheets every day

    • Analyze mock test mistakes

    • Practice formula-based questions

    • Strengthen weak topics

    7-Day Revision Plan

    The last week should be reserved for quick revision and confidence building. Avoid starting new topics and focus only on important formulas, shortcuts, and frequently tested concepts.

    Focus Areas:

    • Quick revision of all formula sheets

    • Memorize important shortcuts

    • Revise error logs and notes

    • Take limited mocks and focus on analysis

    1782286209752

    Formula Revision Before Mock Tests

    Before every CAT mock test, spend 15–20 minutes revising key formulas from Arithmetic, Algebra, Geometry, and Modern Mathematics. This refreshes important concepts, improves recall speed, and reduces formula-related mistakes during the test.

    Quick Pre-Mock Checklist:

    ReviseExamples
    Arithmetic FormulasPercentages, SI-CI, Time & Work
    Algebra FormulasQuadratic Equations, Logs, AP-GP
    Geometry FormulasTriangles, Circles, Mensuration
    Number System RulesRemainders, HCF-LCM, Cyclicity
    Modern Math FormulasProbability, P&C, Set Theory

    Regular formula revision combined with mock test analysis can significantly improve speed, accuracy, and overall CAT 2026 Quant performance.

    How to Use CAT Formula Sheet 2026 PDF?

    Simply reading formulas is not enough. Candidates should actively use the CAT Formula Sheet 2026 PDF during practice, revision, and mock test analysis to maximize its benefits.

    StrategyPurpose
    Revise Before PracticeRefresh concepts before solving questions
    Solve Previous Year QuestionsLearn formula applications in CAT-level problems
    Use During Mock AnalysisIdentify formula-related mistakes
    Revise Topic-WiseStrengthen weak sections individually
    Practice Active RecallImprove long-term memory retention
    Use for Final RevisionQuickly revise all important formulas before CAT 2026

    How to Memorise CAT 2026 Formulas Effectively

    Remembering formulas is essential for improving speed and accuracy in CAT Quantitative Aptitude. Instead of rote learning, aspirants should use proven memory techniques to strengthen retention.

    Effective Formula Memorisation Techniques

    TechniqueBenefit
    Spaced RepetitionImproves long-term retention
    Topic-Wise Formula SheetsEnables focused revision
    Daily Practice QuestionsReinforces formula application
    Mnemonics & Visual AidsMakes recall easier
    Mock Test AnalysisIdentifies frequently forgotten formulas

    How to Create Your CAT 2026 Formula Sheet?

    A personalized formula sheet is often more effective than a generic one because it reflects your strengths, weaknesses, and learning style.

    Steps to Create an Effective CAT Formula Sheet

    StepWhat to Do
    Organize Topic-WiseSeparate Arithmetic, Algebra, Geometry, Number System, and Modern Math
    Include High-Frequency FormulasFocus on formulas commonly tested in CAT
    Add Usage NotesMention where and when to apply each formula
    Maintain Shortcut TablesInclude percentages, squares, cubes, and approximations
    Update After MocksAdd forgotten formulas and common mistakes
    Revise RegularlyEnsure formulas remain fresh before the exam

    Quick Tips

    • Keep the sheet concise and easy to scan.

    • Limit each topic to one or two pages.

    • Highlight frequently used formulas.

    • Update the sheet after every mock test.

    • Revise it daily during the final months before CAT 2026.

    This approach transforms your CAT Formula Sheet 2026 into a powerful revision tool that improves speed, accuracy, and overall Quant performance.

    Best Books for CAT 2026 Quantitative Aptitude Preparation

    Choosing the right study material is just as important as learning formulas and concepts. The books listed below cover everything from basic Quant fundamentals to advanced CAT-level problem-solving, making them valuable resources for CAT 2026 preparation and revision.

    Book NameAuthorBest ForDifficulty Level
    How to Prepare for Quantitative Aptitude for CATArun SharmaConcept Building, Practice Questions, CAT-Level PreparationBeginner to Advanced
    Quantitative Aptitude for CATNishit K. SinhaDetailed Theory, CAT-Level Practice, Advanced QuestionsIntermediate to Advanced
    Quantitative Aptitude Quantum CATSarvesh K. VermaShortcut Techniques, Speed Building, Advanced PracticeIntermediate to Advanced
    NCERT Mathematics Class 9 & 10NCERTBuilding Basic Concepts in Arithmetic, Algebra, and GeometryBeginner
    NCERT Mathematics Class 11 & 12 (Selected Topics)NCERTFunctions, Coordinate Geometry, Progressions, ProbabilityBeginner to Intermediate
    CAT Previous Year Question PapersCAT ArchivesUnderstanding CAT Question Patterns and TrendsAll Levels
    CAT Mock Tests and Sectional TestsVarious Coaching PlatformsExam Simulation and Performance AnalysisAll Levels

    Recommended Book Sequence for CAT 2026

    Preparation StageRecommended Resource
    BeginnerNCERT Class 9 & 10 Mathematics
    Foundation BuildingArun Sharma
    Concept StrengtheningNishit K. Sinha
    Speed & ShortcutsSarvesh K. Verma
    Exam-Level PracticePrevious Year CAT Papers
    Final PreparationFull-Length CAT Mock Tests

    Preparation Tip: If you are starting from scratch, begin with NCERT and Arun Sharma. Candidates targeting a 99+ percentile in CAT 2026 Quant should additionally practice from Nishit K. Sinha, Quantum CAT, previous year papers, and high-quality mock tests.

    CAT 2026 Recommended eBooks and Study Materials

    Explore the best CAT 2026 eBooks and study materials recommended by experts for complete preparation. These resources will help aspirants revise efficiently and boost exam preparation.

    Title Download Link

    CAT 2026 Quantitative Aptitude 20 Free Sectional Tests

    Download Now

    CAT 2026 Arithmetic Important Concepts and Practice Questions

    Download Now

    CAT 2026 Algebra Important Concepts and Practice Questions

    Download Now

    CAT 2026 Quantitative Aptitude Study Material PDF - Geometry and Mensuration

    Download Now

    CAT 2026 Number System Important Concepts and Practice Questions

    Download Now


    Frequently Asked Questions (FAQs)

    Q: Are NCERT books useful for CAT preparation?
    A:

    Yes, NCERT books, particularly for subjects like Mathematics, provide a solid foundation. They are especially beneficial for beginners to grasp basic concepts before moving to more complex materials.

    Q: Which Geometry formulas are frequently used in CAT?
    A:

    Important formulas are Area of Circle (πr²), Circumference (2πr), and Pythagoras theorem (a² + b² = c²). Triangle area ½ × base × height and Volume of Cylinder (πr²h) are also common. CAT Geometry questions depend directly on these.

    Q: Are there important formulas in Number System for CAT?
    A:

    Yes, formulas like LCM × HCF = Product of numbers and sum of series are important. Examples: sum of first n natural numbers n(n+1)/2 and squares n(n+1)(2n+1)/6. Divisibility rules also save time in CAT questions.

    Q: Can I prepare for CAT 2026 without coaching?
    A:

    Absolutely. Many aspirants successfully prepare using self-study materials, previous year papers, and practice tests. Discipline and a well-structured study plan are key to self-preparation.

    Q: Do I need to remember all formulas for CAT 2026?
    A:

    You don’t need every formula ever made - just focus on those repeatedly asked in previous CAT papers. Prioritise core areas like Arithmetic, Algebra, and Geometry for best results.

    Q: How can I memorise CAT formulas effectively?
    A:

    Write formulas in a separate notebook or digital sheet, revise them daily, and practise topic-wise questions. Repetition through mock tests helps build long-term memory and faster recall during the exam.

    Q: How does a CAT formula sheet help in exam preparation?
    A:

    A well-organised CAT formula sheet saves revision time, prevents confusion, and improves problem-solving speed. It’s especially useful for last-minute revision before mocks and the final CAT exam.

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